Taixiong said the reason why he likes math: because math problems always have answers, and many things in life have no answers, it makes people feel confused and depressed.
Taixiong said why he remembered Paul's pager number 220284 so clearly: because 220 and 284 are friends' numbers, and the approximate number and the same number are friends' numbers, there is little chance that such numbers will be put together.
Taixiong said that prime numbers are solitary numbers with strong self-esteem, and there are no other divisors except 1 and oneself. Paul said: I don't think prime numbers are lonely at all. At least he has a 1 and a 1 who can understand him, so he is not lonely at all.
I like to tell the truth of life with cold and serious mathematics. I like this metaphor. Those great principles have been said several times, so personalized words are unforgettable. Thinking of myself, I felt happy and full at the moment when I struggled for a math problem at night, found the right idea and finally got the accurate answer. However, after studying mathematics for so many years, I didn't expect such a situation. Simple numbers contain mysterious truth. When Taixiong said these words, it turned out to be my most touching moment.
A person who loves mathematics and likes boys with clear answers is actually the simplest and purest person, not too complicated. He just wants to find a clear future through his own efforts: to love someone and be loved by this person's ordinary life.
However, life is not like a math problem, and there is never a clear answer. So the uncertainty of the future can be expected, and it may also be a suffocating news. Before the Snow Queen finally returns, please allow me to expect that this will be a story with a good result.
A person as lonely as a prime number should, as Paul said, firmly believe that there will be someone who understands your heart and loves you. I also want to say that even if you haven't found that 1 for the time being, at least you still have yourself. Lonely but not lonely. . .
I still have my own until I find that 1:)